From c35518c6002ac080c39ff154ca14945ff434f6d4 Mon Sep 17 00:00:00 2001 From: pjentsch <pjentsch@uwaterloo.ca> Date: Tue, 16 Feb 2021 12:43:46 -0500 Subject: [PATCH] fixed HH --- IntervalsModel/plots/hh.pdf | Bin 0 -> 60656 bytes IntervalsModel/plots/ws.pdf | Bin 0 -> 62944 bytes IntervalsModel/simulation_data/hh.dat | Bin 0 -> 52819 bytes IntervalsModel/simulation_data/ws.dat | Bin 16137 -> 25586 bytes IntervalsModel/src/IntervalsModel.jl | 32 ++++--- IntervalsModel/src/hh_durations_model.jl | 8 +- IntervalsModel/src/plotting_functions.jl | 105 ++++------------------- ws.pdf | Bin 0 -> 62944 bytes 8 files changed, 41 insertions(+), 104 deletions(-) create mode 100644 IntervalsModel/plots/hh.pdf create mode 100644 IntervalsModel/plots/ws.pdf create mode 100644 IntervalsModel/simulation_data/hh.dat create mode 100644 ws.pdf diff --git a/IntervalsModel/plots/hh.pdf b/IntervalsModel/plots/hh.pdf new file mode 100644 index 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[σ_bounds for i = 1:6]), + ([μ_bounds for i = 1:6],), + ([μ_bounds for i = 1:6], [σ_bounds for i = 1:6]), + ]) bayesian_estimate("hh",err_hh,dists,bounds_list,particles) end @@ -49,14 +51,16 @@ function do_ws(particles) dists = [ ZWDist{Normal}, ZWDist{Poisson}, + ZWDist{Weibull} ] # Set parameter bounds for fitting - bounds_list = [ - vcat([α_bounds for i = 1:6],[μ_bounds for i = 1:6], [σ_bounds for i = 1:6]), - vcat([α_bounds for i = 1:6],[μ_bounds for i = 1:6]) - ] - display(bounds_list[1]) + bounds_list = map(l -> vcat(l...),[ + [[α_bounds for i = 1:6],[μ_bounds for i = 1:6], [σ_bounds for i = 1:6]], + [[α_bounds for i = 1:6],[μ_bounds for i = 1:6]], + [[α_bounds for i = 1:6],[μ_bounds for i = 1:6], [σ_bounds for i = 1:6]], + ]) + @show bounds_list bayesian_estimate("ws",err_ws,dists,bounds_list,particles) end @@ -66,7 +70,8 @@ function bayesian_estimate(fname,err_func,dists,bounds_list,particles) init = [b[1] for b in bounds] priors = Factored([Uniform(l,u) for (l,u) in bounds]...) #assume uniform priors - @btime err_ws($init,$dist) #compute benchmark of the error function, not rly necessary + # @btime err_ws($init,$dist) #compute benchmark of the error function, not rly necessary + # @btime err_ws($init,$dist) #compute benchmark of the error function, not rly necessary out = smc(priors,p -> err_func(p, dist), verbose=true, nparticles=particles, alpha=0.95, parallel = true) #apply sequential monte carlo with 200 particles @@ -74,8 +79,13 @@ function bayesian_estimate(fname,err_func,dists,bounds_list,particles) end |> Dict serialize(joinpath(PACKAGE_FOLDER,"simulation_data","$fname.dat"),data_pairs) end -function plot_estimates(fname) +function plot_estimates() + data = deserialize(joinpath(PACKAGE_FOLDER,"simulation_data","ws.dat")) + plot_dists("ws",collect(keys(data)),collect(values(data))) + + data = deserialize(joinpath(PACKAGE_FOLDER,"simulation_data","hh.dat")) + plot_dists("hh",collect(keys(data)),collect(values(data))) end diff --git a/IntervalsModel/src/hh_durations_model.jl b/IntervalsModel/src/hh_durations_model.jl index 3200cb1..d6ba600 100644 --- a/IntervalsModel/src/hh_durations_model.jl +++ b/IntervalsModel/src/hh_durations_model.jl @@ -42,17 +42,17 @@ const dat = make_dat_array() #assign a constant data array #error function for Normal distributions function err_hh(p,dist) - params = get_params(dist,p) - age_dists = [dist(params[i,j]) for i in YOUNG:OLD, j in YOUNG:OLD] + params = get_params(p) + age_dists = [dist(params[i,j]...) for i in YOUNG:OLD, j in YOUNG:OLD] duration_subarray = dat.durs num_contacts_subarray = dat.nums AGERESP = dat.AGERESP errsum = 0 - @inbounds for i = 1:cnst.subsize + @inbounds for i = 1:cnst_hh.subsize age_sample = AGERESP[i] @inbounds for age_j in YOUNG:OLD #for a given age_sample loop over possible contact ages - durs = trunc.(Int,rand(rng,age_dists[age_sample,age_j],num_contacts_subarray[i,age_j])) .% 144 + durs = trunc.(Int,rand(rng,age_dists[age_sample,age_j],num_contacts_subarray[i,age_j])) .% durmax expdur = tot_dur_sample(cnst_hh.numsamples,cnst_hh.Sparam,durs) errsum += (expdur/cnst_hh.numsamples - duration_subarray[i,age_j])^2 #compute total end diff --git a/IntervalsModel/src/plotting_functions.jl b/IntervalsModel/src/plotting_functions.jl index 978f5a0..c60cba2 100644 --- a/IntervalsModel/src/plotting_functions.jl +++ b/IntervalsModel/src/plotting_functions.jl @@ -1,21 +1,22 @@ -function plot_dists(fname,dist_constructor,data) - μ_estimate_as_array = as_symmetric_matrix(estimate.P[1:6]) - σ_estimate_as_array = as_symmetric_matrix(estimate.P[7:12]) - p_matrix = map(x -> plot(),σ_estimate_as_array) - for i in YOUNG:OLD, j in YOUNG:OLD - - dist = dist_constructor.(μ_estimate_as_array[i,j].particles,σ_estimate_as_array[i,j].particles) - - data = [pdf.(dist,i) for i in 0.0:144.0] - mean_dat = median.(data) - err_down = quantile.(data,0.05) - err_up = quantile.(data,0.95) - p_matrix[i,j] = plot(0:144,mean_dat; ribbon = ( mean_dat .- err_down,err_up .- mean_dat),legend = false) - +function plot_dists(fname,dist_constructors,data) + p_estimate_as_arrays = map(d -> get_params(d.P),data) + p_matrix = map(x -> plot(),p_estimate_as_arrays[1]) + for (dist_constructor,p_estimate) in zip(dist_constructors,p_estimate_as_arrays) + for i in YOUNG:OLD, j in YOUNG:OLD + @show p_estimate[i,j] + dists = map(p -> p.particles, p_estimate[i,j]) |> + t -> zip(t...) |> + l -> map(t -> dist_constructor(t...),l) + dist_pts = [pdf.(dists,i) for i in 0.0:144.0] + mean_dat = median.(dist_pts) + err_down = quantile.(dist_pts,0.05) + err_up = quantile.(dist_pts,0.95) + plot!(p_matrix[i,j] ,0:144,mean_dat; ribbon = ( mean_dat .- err_down,err_up .- mean_dat),legend = false,label = string(dist_constructor)) + end end plot!(p_matrix[end,1]; legend = true) p = plot(p_matrix..., size = (600,400)) - savefig(p,"$fname.pdf") + savefig(p,joinpath(PACKAGE_FOLDER,"plots", "$fname.pdf")) end function plot_posteriors(fname,parameter_names,data) for i in 1:length(data.P) @@ -28,78 +29,4 @@ function plot_posteriors(fname,parameter_names,data) end p = plot(p_list...) savefig(p,"$norm.png") -end - -function plot_estimates_hh() - - estimate = deserialize("norm.dat") - p_list = [] - - p_list = [] - for i in 1:length(estimate.P) - a = stephist( - estimate.P[i].particles; - normalize = true, - title = i <=6 ? "μ_$i" : "σ_$i" - ) - push!(p_list,a) - end - p = plot(p_list...) - savefig(p,"pois.png") - - μ_estimate_as_array = as_symmetric_matrix(estimate.P[1:6]) - p_matrix = map(x -> plot(),μ_estimate_as_array) - for i in YOUNG:OLD, j in YOUNG:OLD - - dist = Poisson.(μ_estimate_as_array[i,j].particles) - - data = [pdf.(dist,i) for i in 0.0:144.0] - mean_dat = median.(data) - err_down = quantile.(data,0.05) - err_up = quantile.(data,0.95) - p_matrix[i,j] = plot(0:144,mean_dat; ribbon = ( mean_dat .- err_down,err_up .- mean_dat),legend = false) - - end - plot!(p_matrix[end,1]; legend = true) - p = plot(p_matrix..., size = (600,400)) - savefig(p,"pois_dists.pdf") - - - -end -function plot_estimates_ws() - estimate = deserialize("norm_ws.dat") - p_list = [] - titles = vcat( - ["\\alpha_$i" for i in 1:6], - ["\\mu_$i" for i in 1:6], - ["\\sigma_$i" for i in 1:6], - ) - for i in 1:length(estimate.P) - a = stephist( - estimate.P[i].particles; - normalize = true, - title = titles[i], - legend = false - ) - push!(p_list,a) - end - p = plot(p_list...; size = (1000,800), dpi = 300) - savefig(p,"norm_ws.png") - - p_estimate_as_arrays = zip([as_symmetric_matrix(estimate.P[i:i+5]) for i in 1:6:length(estimate.P)]...) |> collect - - p_matrix = map(x -> plot(),p_estimate_as_arrays) - for i in YOUNG:OLD, j in YOUNG:OLD - particles = map(x-> x.particles,p_estimate_as_arrays[i,j]) |> t->zip(t...) |> collect - dists = map(x-> ZWDist(x[1],Normal(x[2],x[3])), particles) - data = [pdf.(dists,i) for i in 0.0:144.0] - mean_dat = median.(data) - err_down = quantile.(data,0.05) - err_up = quantile.(data,0.95) - p_matrix[i,j] = plot(0:144,mean_dat; ribbon = ( mean_dat .- err_down,err_up .- mean_dat),legend = false) - end - plot!(p_matrix[end,1]; legend = true) - p = plot(p_matrix..., size = (600,400)) - savefig(p,"norm_dists_ws.pdf") end \ No newline at end of file diff --git a/ws.pdf b/ws.pdf new file mode 100644 index 0000000000000000000000000000000000000000..0273814a404871a726d8147ad6b4745d5d570619 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